Linear Algebra and Its Applications 2004: Vol 393 Table of Contents

2004·0.38 MB·English

Contents Volume 393
Special Issue on Positivity in Linear Algebra
S. Fallat, J. Pena, J. McDonald and M. Tsatsomeros
Preface
P. Alonso, R. Cortina, I. Diaz and J. Ranilla
Neville elimination: a study of the efficiency using checkerboard
partitioning
H.-R. Arndt and G. Mayer
On the semi-convergence of interval matrices .................
L.B. Beasley, A.E. Guterman, S.-G. Lee and S.-Z. Song
Linear transformations preserving the Grassmannian over .7,(Z+)
A. Berman, R. Shorten and D. Leith
Positive matrices associated with synchronised communication net-
A. Berman and C. Xu
5 x 5 Completely positive matrices
A. Borobia, J. Moro and R. Soto
Negativity compensation in the nonnegative inverse eigenvalue
problem
R. Bru, F. Pedroche and D.B. Szyld
Overlapping additive and multiplicative Schwarz iterations for H-
matrices
M. Catral, L. Han, M. Neumann and R.J. Plemmons
On reduced rank nonnegative matrix factorization for symmetric non-
negative matrices
T. Damm
Positive groups on .#” are completely positive
S.M. Fallat
A remark on oscillatory matrices
D.R. Farenick
Pure matrix states on operator systems
M. Gekhtman and C.R. Johnson
The linear interpolation problem for totally positive matrices
G.M.L. Gladwell
Inner totally positive matrices
Table of Contents continues
Table of Contents continued
G.M.L. Gladwell and K. Ghanbari
ee Oe ee CT 5 ts hE ke ASB es Bie ws eed 197
M.S. Gowda, R. Sznajder and J. Tao
Some P-properties for linear transformations on Euclidean Jordan
I ie fig ge ogae OS yakta bal ae OwR ie ete 203
F.J. Hall, Z. Li and B. Rao
From Boolean to sign pattern matrices .................00-. 233
Z. Horvath
On the positivity of matrix-vector products .................. 253
C. Jordan and J.R. Torregrosa
The totally positive completion problem .................... 259
R. Loewy and J.J. McDonald
The symmetric nonnegative inverse eigenvalue problem for 5 x 5
I ae ae atg ee ELS slew gine priate te ard 275
P. Massey and D. Stojanoff
Generalized Schur complements and P-complementable operators .. 299
J.M. Pena
Characterizations and stable tests for the Routh—Hurwitz conditions
rr rN 25 ating OSM wile bob oe beh Oe RR 319
P.J. Psarrakos and M.J. Tsatsomeros
A primer of Perron—Frobenius theory for matrix polynomials .... . 333
U. Schafer
i ee nn er D's a v6 ae Bs oe 8 8 a aes 353
H. Smigoc
The inverse eigenvalue problem for nonnegative matrices ........ 365
B.-S. Tam
The Perron generalized eigenspace and the spectral cone of a cone-
ID yd wa 4g ie wate gid bra MUR a Ed ot 64 o 8 ha
IO: GOO ir ere 431
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